eprintid: 43778
rev_number: 10
eprint_status: archive
userid: 12259
dir: disk0/00/04/37/78
datestamp: 2021-09-03 11:44:11
lastmod: 2021-09-03 11:44:11
status_changed: 2021-09-03 11:44:11
type: thesis
metadata_visibility: show
creators_name: Tri Nur Khofifah, NIM. 17106010012
title: DERIVATIF–G DAN PENERAPANNYA PADA DERET TAYLOR DI KALKULUS–G
ispublished: pub
subjects: Matematika
divisions: jur_mat
full_text_status: restricted
keywords: G-Calculus, G-Derivative, Taylor Series
note: Malahayati, S.Si., M.Sc
abstract: Non-Newtonian calculus was first introduced in 1967. The development of non-Newtonian calculus is very rapid, one of it is the G-Calculus. G-Calculus is another alternative to the calculus of Newton and Leibniz by developing operations that applies in it, namely the concept of calculus which uses the oplus and ominus operations.
This research discuss about the concept of derivatives-G and its application to the Taylor series. This study refers to previous studies, and complements the previous constructs by paying attention to known rules. Furthermore, some of the properties of derivatives - G that have been given in previous studies are proven in detail along with examples, to make it easier to understand the concept of derivatives - G.
The proof of theorem Taylor-G construction is using derivative-G concept and utilize Rolle-G theorem which have been proofed before. Furthermore, it is discussed the expansion of the Taylor series in calculus-G, by utilizing the concept of derivatives-G in determining the
date: 2021-05-11
date_type: published
pages: 72
institution: FAKULTAS SAINS DAN TEKNOLOGI
department: UIN SUNAN KALIJAGA YOGYAKARTA
thesis_type: skripsi
thesis_name: other
citation:   Tri Nur Khofifah, NIM. 17106010012  (2021) DERIVATIF–G DAN PENERAPANNYA PADA DERET TAYLOR DI KALKULUS–G.  Skripsi thesis, FAKULTAS SAINS DAN TEKNOLOGI.   
document_url: https://digilib.uin-suka.ac.id/id/eprint/43778/1/17106010012_BAB-I_IV-atau-V_DAFTAR-PUSTAKA.pdf
document_url: https://digilib.uin-suka.ac.id/id/eprint/43778/2/17106010012_BAB-II_sampai_SEBELUM-BAB-TERAKHIR.pdf